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ivporbit: An R Package to Estimate the Probit Model with Continuous Endogenous Regressors 用一个R包估计具有连续内生回归量的概率模型
Pub Date : 2014-10-10 DOI: 10.2139/ssrn.2811749
Taha Zaghdoudi
One of the most important problem of misspecification in the probit model is the correlation between regressors and error term. To deal with this problem, some commercial software gives a solution such as Stata. For the famous R language the ivprobit gives the users the way to estimate the instrumental probit model.
probit模型中最重要的错误描述问题之一是回归量与误差项之间的相关性。针对这一问题,一些商业软件给出了解决方案,如Stata。对于著名的R语言,ivprobit为用户提供了估计工具probit模型的方法。
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引用次数: 0
Inverse Test Confidence Intervals for Turning-Points: A Demonstration with Higher Order Polynomials 拐点的逆检验置信区间:一个高阶多项式的证明
Pub Date : 2012-11-24 DOI: 10.1108/S0731-9053(2012)0000030008
J. Lye, J. Hirschberg
In this chapter we demonstrate the construction of inverse test confidence intervals for the turning-points in estimated nonlinear relationships by the use of the marginal or first derivative function. First, we outline the inverse test confidence interval approach. Then we examine the relationship between the traditional confidence intervals based on the Wald test for the turning-points for a cubic, a quartic, and fractional polynomials estimated via regression analysis and the inverse test intervals. We show that the confidence interval plots of the marginal function can be used to estimate confidence intervals for the turning-points that are equivalent to the inverse test. We also provide a method for the interpretation of the confidence intervals for the second derivative function to draw inferences for the characteristics of the turning-point. This method is applied to the examination of the turning-points found when estimating a quartic and a fractional polynomial from data used for the estimation of an Environmental Kuznets Curve. The Stata do files used to generate these examples are listed in Appendix A along with the data.
在这一章中,我们演示了利用边际函数或一阶导数函数构造估计的非线性关系中拐点的逆检验置信区间。首先,我们概述了逆检验置信区间方法。然后,我们研究了基于Wald检验的传统置信区间与逆检验区间之间的关系,这些置信区间是通过回归分析估计的三次多项式、四次多项式和分数阶多项式的拐点。我们证明了边际函数的置信区间图可以用来估计拐点的置信区间,这些拐点等价于逆检验。我们还提供了一种解释二阶导数函数的置信区间的方法,以推断拐点的特征。该方法适用于从用于估计环境库兹涅茨曲线的数据中估计四次多项式和分数多项式时发现的转折点的检查。用于生成这些示例的Stata do文件与数据一起列在附录A中。
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引用次数: 7
BLUS Residuals for Eviews Eviews的BLUS残差
Pub Date : 2008-11-02 DOI: 10.2139/ssrn.1293947
George S. Ford
An Eviews program is provided that computes the BLUS residuals. A dataset is provided to confirm the output, which is compared to the output of the BLUS function in SAS.
提供了计算BLUS残差的Eviews程序。提供了一个数据集来确认输出,并将其与SAS中BLUS函数的输出进行比较。
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引用次数: 2
Robust Analysis of Variance: Process Design and Quality Improvement 稳健方差分析:过程设计与质量改进
Pub Date : 2005-05-01 DOI: 10.1504/IJPQM.2006.008480
Avi Giloni, S. Seshadri, J. Simonoff
We discuss the use of robust Analysis Of Variance (ANOVA) techniques as applied to quality engineering. ANOVA is the cornerstone for uncovering the effects of design factors on performance. Our goal is to utilise methodologies that yield similar results to standard methods when the underlying assumptions are satisfied, but are also relatively unaffected by outliers (observations that are inconsistent with the general pattern in the data). We do this by utilising statistical software to implement robust ANOVA methods, which are no more difficult to perform than ordinary ANOVA. We study several examples to illustrate how using standard techniques can lead to misleading inferences about the process being examined, which are avoided when using a robust analysis. We further demonstrate that assessments of the importance of factors for quality design can be seriously compromised when utilising standard methods as opposed to robust methods.
我们讨论了鲁棒方差分析(ANOVA)技术在质量工程中的应用。方差分析是揭示设计因素对性能影响的基础。我们的目标是在基本假设得到满足的情况下,利用与标准方法产生相似结果的方法,但相对而言也不受异常值(与数据中的一般模式不一致的观察结果)的影响。我们利用统计软件来实现稳健的方差分析方法,这并不比普通的方差分析更难执行。我们研究了几个例子来说明使用标准技术如何导致对被检查过程的误导性推断,而在使用稳健分析时可以避免这种情况。我们进一步证明,当使用标准方法而不是稳健方法时,对质量设计因素重要性的评估可能会受到严重损害。
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引用次数: 11
Towards an Emergence-Driven Software Process for Agent-Based Simulation 面向agent仿真的突发事件驱动软件流程研究
Pub Date : 2002-07-15 DOI: 10.1007/3-540-36483-8_7
N. David, Jaime Simão Sichman, H. Coelho
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引用次数: 27
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ERN: Econometric Software (Topic)
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